library(limma)
library(Glimma)
library(edgeR)
library(dplyr)
library(magrittr)
setwd('~/Desktop/USC/Fall_2020/TRGN_510/510_FinalProject/adenocarcinoma_vs_squamous_cell_carcinoma')

Reading in count and metadata

# Reading in count data
count_matrix = read.table(file = 'count_processed.txt',sep = '\t',header = T,stringsAsFactors = F, check.names = F, row.names = 1)
count_matrix = count_matrix[,order(names(count_matrix))]
#Reading in clinical metadata
clinical_metadata = read.table(file = 'clinical_processed.txt', sep = '\t', header = T, as.is = T, check.names = F)
clinical_metadata = clinical_metadata[!duplicated(clinical_metadata[ , c("case_submitter_id")]),]
# Reading in exposure metadata
exposure_metadata = read.csv(file = 'exposure_processed.txt', sep = '\t', header = T, as.is = T, check.names = F)
# Merging metadata
all_metadata = merge(x = clinical_metadata, y = exposure_metadata, by = 'case_submitter_id')
all_metadata$ethnicity <- as.factor(all_metadata$ethnicity)
all_metadata$gender <- as.factor(all_metadata$gender)
all_metadata%<>%
  mutate(diagnosis=case_when(
    primary_diagnosis %in% c("Adenocarcinoma with mixed subtypes","Adenocarcinoma, NOS","Bronchiolo-alveolar adenocarcinoma, NOS","Papillary adenocarcinoma, NOS") ~ c("Adenocarcinoma"),
    primary_diagnosis %in% c("Squamous cell carcinoma, large cell, nonkeratinizing, NOS","Squamous cell carcinoma, NOS") ~ c("Squamous_cell_carcinoma")
  ))
all_metadata$diagnosis = as.factor(all_metadata$diagnosis)
all_metadata$race <- as.factor(all_metadata$race)
rownames(all_metadata) <- all_metadata$case_submitter_id
all_metadata = all_metadata[,-1]
all_metadata = all_metadata[order(rownames(all_metadata)),]
# Creating DGEList Object
geneExpr = DGEList(counts = count_matrix, samples = all_metadata)
geneExpr$samples$group=all_metadata$diagnosis
geneid = rownames(geneExpr)
# Importing genecode reference to map annotation from DGC website 
gencode = read.table('gencode.gene.info.v22.tsv',sep = '\t',header = T,stringsAsFactors = F, check.names = F)
genes = gencode[geneid %in% gencode$gene_id, ]
genes = genes[,c("gene_id","gene_name","seqname")]
rownames(genes) = genes$gene_id
genes = genes[order(genes$gene_id),]
geneExpr$genes = genes[,-1]

Data pre-processing

Transformation from the raw-scale

cpm <- cpm(geneExpr)
lcpm <- cpm(geneExpr, log=TRUE)
L <- mean(geneExpr$samples$lib.size) * 1e-6
M <- median(geneExpr$samples$lib.size) * 1e-6
c(L,M)
[1] 52.92581 48.81745

The average library size for this dataset is about 51.9 million.

Removing genes that are lowly expressed

table(rowSums(geneExpr$counts==0)==40)

FALSE  TRUE 
53740  6743 
keep.exprs <- filterByExpr(geneExpr, group=geneExpr$samples$group)

Around 11% of genes in the dataset have zero counts across all 40 samples.

geneExpr <- geneExpr[keep.exprs,, keep.lib.sizes=FALSE]
dim(geneExpr)
[1] 21170    40

In this dataset, the median library size is 48.8 million and 10/48.8 is about 0.2, therefore the filterByExpr function keeps genes that have a CPM of 0.2 or more. With this cutoff the number of genes are reduced to 21170, about 35% of genes from what I started with.

lcpm.cutoff <- log2(10/M + 2/L)
library(RColorBrewer)
nsamples <- ncol(geneExpr)
col <- brewer.pal(nsamples, "Paired")
par(mfrow=c(1,2))
plot(density(lcpm[,1]), col=col[1], lwd=2, ylim=c(0,0.7), las=2, main="", xlab="")
title(main="A. Raw data", xlab="Log-cpm")
abline(v=lcpm.cutoff, lty=3)
for (i in 2:nsamples){
den <- density(lcpm[,i])
lines(den$x, den$y, col=col[i], lwd=2)
}
legend("topright", colnames(geneExpr$counts), text.col=col, bty="n")
lcpm_filtered <- cpm(geneExpr, log=TRUE)
plot(density(lcpm_filtered[,1]), col=col[1], lwd=2, ylim=c(0,0.26), las=2, main="", xlab="")
title(main="B. Filtered data", xlab="Log-cpm")
abline(v=lcpm.cutoff, lty=3)
for (i in 2:nsamples){
den <- density(lcpm_filtered[,i])
lines(den$x, den$y, col=col[i], lwd=2)
}
legend("topright", colnames(geneExpr$counts), text.col=col, bty="n")

This graph showed that before filtering the data, a large portion of genes within each samples are lowly-expressed with log-CPM values that are small or negative.

Normalising gene expression distributions

geneExpr = calcNormFactors(geneExpr, method = "TMM")
geneExpr$samples$norm.factors
 [1] 1.0391573 0.9244982 0.8856329 1.0521559 1.0145085 1.1196887 1.0727778 1.3600421 1.0171641 0.9386345 0.8890663 0.6747847 0.9553945 1.1161617
[15] 0.9624960 1.1869816 1.0062698 0.8520753 0.8883963 1.0043621 0.8191521 1.0129474 0.9248736 1.1260210 1.0694870 0.7173413 1.0284701 1.0027376
[29] 1.0325592 1.1019957 1.0554783 0.9856847 1.0846584 1.0126931 1.1959792 0.9179716 1.1264297 1.0857329 1.0489496 1.0082920
geneExpr_unnormalized <- geneExpr
geneExpr_unnormalized$samples$norm.factors <- 1
par(mfrow=c(1,2))
lcpm_unnormalized <- cpm(geneExpr_unnormalized, log=TRUE)
boxplot(lcpm_unnormalized, las=2, col=col, main="")
title(main="A. Example: Unnormalised data",ylab="Log-cpm")
geneExpr_normalized <- calcNormFactors(geneExpr_unnormalized)  
geneExpr_normalized$samples$norm.factors
 [1] 1.0391573 0.9244982 0.8856329 1.0521559 1.0145085 1.1196887 1.0727778 1.3600421 1.0171641 0.9386345 0.8890663 0.6747847 0.9553945 1.1161617
[15] 0.9624960 1.1869816 1.0062698 0.8520753 0.8883963 1.0043621 0.8191521 1.0129474 0.9248736 1.1260210 1.0694870 0.7173413 1.0284701 1.0027376
[29] 1.0325592 1.1019957 1.0554783 0.9856847 1.0846584 1.0126931 1.1959792 0.9179716 1.1264297 1.0857329 1.0489496 1.0082920
lcpm_normalized <- cpm(geneExpr_normalized, log=TRUE)
boxplot(lcpm_normalized, las=2, col=col, main="")
title(main="B. Example: Normalised data",ylab="Log-cpm")

This figure showed that after normalization the samples are more similar to each other.

Unsupervised clustering of samples

lcpm <- cpm(geneExpr, log=TRUE)
par(mfrow=c(1,2))
col.group <- geneExpr$samples$group
levels(col.group) <-  brewer.pal(nlevels(col.group), "Set1")
col.group <- as.character(col.group)

col.race <- geneExpr$samples$race
levels(col.race) <-  brewer.pal(nlevels(col.race), "Set2")
col.race <- as.character(col.race)

col.gender <- geneExpr$samples$gender
levels(col.gender) <-  brewer.pal(nlevels(col.gender), "Set3")
col.gender <- as.character(col.gender)

col.age <- geneExpr$samples$age_at_diagnosis
levels(col.age) <-  brewer.pal(nlevels(col.age), "Set1")
col.age <- as.character(col.age)

col.ethnicity <- geneExpr$samples$ethnicity
levels(col.ethnicity) <-  brewer.pal(nlevels(col.ethnicity), "Set2")
col.ethnicity <- as.character(col.ethnicity)

col.cigar_per_day <- geneExpr$samples$cigarettes_per_day
levels(col.cigar_per_day) <-  brewer.pal(nlevels(col.cigar_per_day), "Set3")
col.cigar_per_day <- as.character(col.cigar_per_day)

plotMDS(lcpm,labels=geneExpr$samples$group,  col=col.group)
title(main="A. Sample groups")
plotMDS(lcpm, labels=geneExpr$samples$gender, col=col.gender, dim=c(3,4))
title(main="B. Sex")

plotMDS(lcpm, labels=geneExpr$samples$age_at_diagnosis, col=col.age, dim=c(3,4))
title(main="C. Age at diagnosis")
plotMDS(lcpm, labels=geneExpr$samples$race, col=col.race, dim=c(3,4))
title(main="D. Race")

plotMDS(lcpm, labels=geneExpr$samples$ethnicity, col=col.ethnicity, dim=c(3,4))
title(main="E. Ethnicity")
plotMDS(lcpm, labels=geneExpr$samples$cigarettes_per_day, col=col.cigar_per_day, dim=c(3,4))
title(main="F. Cigarettes per day")

In the MDS plot, there is some separation between group of patients diagnosed wiht Adenocarcinoma and Squamous cell carcinoma. You can also see male and female patients are segregating together. However, you cannot see any distinct clusters based on Age at diagnosis, Race, Ethncity and Cigarette per day. Therefore when we contruct the design matrix, we will take sex in to account and not the other variables.

Differential expression analysis

Creating a design matrix and contrasts

diagnosis = geneExpr$samples$group
ethnicity = geneExpr$samples$ethnicity
sex = geneExpr$samples$gender
race = geneExpr$samples$race
age_at_diagnosis = geneExpr$samples$age_at_diagnosis
smoking_hist = geneExpr$samples$cigarettes_per_day

design = model.matrix(~0+diagnosis+sex)
colnames(design) <- gsub("diagnosis", "", colnames(design))
contr.matrix <- makeContrasts(
   AdenocarcinomavsSquamous_cell_carcinoma = Adenocarcinoma-Squamous_cell_carcinoma, 
   levels = colnames(design))
contr.matrix
                         Contrasts
Levels                    AdenocarcinomavsSquamous_cell_carcinoma
  Adenocarcinoma                                                1
  Squamous_cell_carcinoma                                      -1
  sexmale                                                       0

Removing heteroscedascity from count data

par(mfrow=c(1,2))
v <- voom(geneExpr, design, plot=TRUE)
v
An object of class "EList"
$genes
21165 more rows ...

$targets
35 more rows ...

$E
                   TCGA-22-4613 TCGA-22-5489 TCGA-22-5491 TCGA-33-AAS8 TCGA-34-5231 TCGA-43-7656 TCGA-43-8118 TCGA-44-5645 TCGA-44-A47G TCGA-46-3765
ENSG00000000003.13     6.578393     4.518445     7.050818     5.481583     6.016010     5.138312     5.436772     5.635659     5.702467     6.113541
ENSG00000000419.11     5.006541     5.125550     6.009261     5.535389     5.227853     6.273798     5.677880     4.093028     4.281239     6.092018
ENSG00000000457.12     3.899691     4.351443     4.164341     3.347290     4.310104     4.022563     3.425331     5.427188     3.977077     3.866716
ENSG00000000460.15     3.720341     4.789466     4.070052     3.040155     4.109311     3.920045     3.333184     4.295921     2.528768     3.742487
ENSG00000000938.11     4.311517     4.032854     2.267258     2.617683     2.708592     3.026093     5.302423     2.653449     5.680948     3.611814
                   TCGA-46-3766 TCGA-49-4486 TCGA-49-4487 TCGA-49-AARO TCGA-50-5942 TCGA-50-5946 TCGA-50-8457 TCGA-50-8460 TCGA-55-7726 TCGA-55-8089
ENSG00000000003.13     6.379925     6.279390     5.972862     6.359283     5.745927     5.480757     5.061664     5.801764     5.618804     5.648883
ENSG00000000419.11     5.071231     5.475511     5.916025     4.660764     4.466833     5.072669     4.197116     4.935787     6.016039     5.237966
ENSG00000000457.12     3.928589     4.975262     4.130680     3.932304     4.777173     4.218002     4.293238     3.792598     3.814772     4.220320
ENSG00000000460.15     2.508825     2.713849     4.464368     2.723976     1.971207     3.939701     2.450756     1.987285     3.384872     3.679206
ENSG00000000938.11     4.778872     2.166361     5.063277     5.362237     2.672767     1.804396     4.286484     4.685892     3.749970     5.450806
                   TCGA-56-5897 TCGA-56-A4ZJ TCGA-56-A5DR TCGA-63-A5MH TCGA-63-A5MY TCGA-64-1676 TCGA-68-8250 TCGA-73-4662 TCGA-77-A5G7 TCGA-85-8048
ENSG00000000003.13     4.869300     5.409876     5.176682     5.836250     5.890766     7.721230     6.362591     6.141768     5.962677     6.170662
ENSG00000000419.11     5.088500     5.088331     5.362201     5.024777     6.699551     6.669445     6.051110     4.699274     6.046526     5.186354
ENSG00000000457.12     3.935572     3.573813     4.258951     4.356796     4.139408     4.442916     3.510752     5.172006     4.208445     4.329645
ENSG00000000460.15     3.653911     2.581473     4.020476     4.482014     4.332709     3.469883     3.347400     4.412238     4.220873     4.220775
ENSG00000000938.11     4.716595     5.280737     2.910954     2.161463     2.534827     4.735432     4.758486     4.545843     2.619316     5.029770
                   TCGA-86-7953 TCGA-86-8076 TCGA-90-7766 TCGA-91-6828 TCGA-93-A4JO TCGA-96-7545 TCGA-98-A53C TCGA-99-AA5R TCGA-NJ-A4YQ TCGA-O1-A52J
ENSG00000000003.13     5.978361     5.688321     6.386395     5.854894     6.055768     6.086418     4.356866     4.898964     5.288840     5.802251
ENSG00000000419.11     4.206129     4.600721     5.411248     4.413630     5.220789     5.534683     4.524946     4.397344     4.731263     5.020307
ENSG00000000457.12     3.843559     4.470898     4.452007     4.641835     4.296636     3.867595     3.721552     4.155948     4.791851     4.284247
ENSG00000000460.15     4.150741     2.488662     3.854044     2.833918     3.301439     2.842824     2.332691     2.017264     3.217170     3.054791
ENSG00000000938.11     4.653009     4.916381     3.879929     4.778828     5.055971     4.323060     5.647853     6.152786     4.741985     5.868203
21165 more rows ...

$weights
          [,1]     [,2]     [,3]     [,4]     [,5]     [,6]     [,7]     [,8]     [,9]    [,10]    [,11]    [,12]     [,13]    [,14]    [,15]    [,16]
[1,] 1.9156382 2.265171 2.264350 2.213717 2.251193 2.259541 2.213335 2.134201 2.196382 2.178912 2.103449 2.260762 1.9845015 2.199452 2.147720 2.261012
[2,] 1.7274124 2.263898 2.259424 2.130467 2.259430 2.249206 2.129639 1.709450 1.843064 2.068303 1.956363 2.159220 1.4994892 1.850504 1.736032 2.236428
[3,] 1.1247909 1.889080 1.831902 1.519393 2.058846 1.750188 1.518138 1.492255 1.626831 1.428855 1.303977 1.918998 1.3029032 1.634603 1.518237 2.096214
[4,] 0.9981961 1.764861 1.705691 1.323075 1.957294 1.621630 1.321983 1.007585 1.085743 1.245279 1.141339 1.377043 0.9075725 1.090570 1.022096 1.590228
[5,] 1.2599568 1.638856 1.578728 1.704841 1.839755 1.497199 1.703511 1.700961 1.835126 1.608547 1.469780 1.696029 1.4916402 1.842526 1.728006 1.913948
        [,17]    [,18]    [,19]    [,20]    [,21]    [,22]    [,23]    [,24]    [,25]     [,26]    [,27]    [,28]    [,29]    [,30]    [,31]    [,32]
[1,] 2.239719 2.192143 1.912564 2.265181 2.254155 2.229398 2.217851 2.221969 2.247060 2.0726890 2.238861 2.258105 2.162523 2.207645 2.263954 2.264046
[2,] 1.982529 1.936786 1.422262 2.210388 2.240132 2.157465 2.188616 2.194131 2.229313 1.7227708 2.217553 2.217851 2.116843 2.174970 2.125441 2.182022
[3,] 1.780240 1.608988 1.237064 2.026705 1.700806 1.572091 1.526228 1.539838 1.649835 1.3955026 1.609251 2.124609 1.389669 1.493012 1.965746 1.964307
[4,] 1.189021 1.130158 0.874648 1.494592 1.571770 1.369460 1.405102 1.417681 1.522205 0.9983615 1.483421 1.549154 1.279861 1.374249 1.347076 1.422712
[5,] 1.975738 1.388865 1.414733 1.821489 1.450037 1.757968 1.295786 1.307260 1.403482 1.2056881 1.367369 2.215406 1.183066 1.267782 2.120177 1.746381
        [,33]     [,34]    [,35]    [,36]    [,37]    [,38]    [,39]    [,40]
[1,] 2.260432 2.0272364 2.252693 2.259175 2.235016 2.216680 2.171008 2.221055
[2,] 2.229632 1.6608334 2.118335 2.248536 2.170787 1.901291 1.781816 1.914839
[3,] 1.768653 1.3415540 1.847571 1.745479 1.598156 1.688464 1.563408 1.703532
[4,] 1.554026 0.9676036 1.311413 1.616765 1.392875 1.125273 1.047906 1.134973
[5,] 1.945727 1.1615881 1.619536 1.492648 1.784314 1.893762 1.773524 1.907243
21165 more rows ...

$design
  Adenocarcinoma Squamous_cell_carcinoma sexmale
1              0                       1       0
2              0                       1       1
3              0                       1       1
4              0                       1       0
5              0                       1       1
35 more rows ...
vfit <- lmFit(v, design)
vfit <- contrasts.fit(vfit, contrasts=contr.matrix)
efit <- eBayes(vfit)
plotSA(efit, main="Final model: Mean-variance trend")

Examining the number of DE genes

summary(decideTests(efit))
       AdenocarcinomavsSquamous_cell_carcinoma
Down                                      2482
NotSig                                   16700
Up                                        1988
res = topTable(efit,sort.by = "P",n=Inf)
head(res)

DEGs with LFC greater than 1

tfit <- treat(vfit, lfc=1)
dt <- decideTests(tfit)
summary(dt)
       AdenocarcinomavsSquamous_cell_carcinoma
Down                                       320
NotSig                                   20769
Up                                          81

After limiting the LFC threshold to 1, there are less DEGs and we can focus on genes that are most differentially expressed.

Useful graphical representations of differential expression results

MD plot with Up & Down regulated DEGs

plotMD(tfit, column=1, status=dt[,1], main=colnames(tfit)[1], 
       xlim=c(-8,13))

glMDPlot(tfit, coef=1, status=dt, main=colnames(tfit)[1],
         side.main="gene_name", counts=lcpm, groups=geneExpr$samples$group, launch=FALSE)

Heatmap with top 100 genes

library(gplots)
par(mar = rep(2, 4))
Adenocarcinoma.vs.SquamousCell.topgenes <- res$gene_name[1:100]
i <- which(v$genes$gene_name %in% Adenocarcinoma.vs.SquamousCell.topgenes)
mycol <- colorpanel(1000,"blue","white","red")
heatmap.2(lcpm[i,], scale="row",
   labRow=v$genes$gene_name[i], labCol=v$targets$group, 
   col=mycol, trace="none", density.info="none", 
   margin=c(8,12), lhei=c(2,10), dendrogram="column")

Gene set testing with camera

library(Homo.sapiens)
geneid = v$genes$gene_name
genes = select(Homo.sapiens, keys = geneid, columns = "ENTREZID", keytype = "SYMBOL")
genes <- genes[!duplicated(genes$SYMBOL),]
genes_v = v$genes
genes_v$ensembl = rownames(genes_v)
genes_v_new = merge(genes_v,genes,by.x="gene_name",by.y="SYMBOL",sort=F)
rownames(genes_v_new) = genes_v_new$ensembl
genes_v_new = genes_v_new[,-3]
v$genes = genes_v_new

load("human_c2_v5p2.rdata")
idx <- ids2indices(Hs.c2,id=v$genes$ENTREZID)
cam.AdenovsSqua <- camera(v,idx,design,contrast = contr.matrix[,1])
barcodeplot(efit$t[,1], index=idx$AMIT_EGF_RESPONSE_20_MCF10A, 
            index2=idx$DORN_ADENOVIRUS_INFECTION_24HR_DN, main="Adenocarcinoma Vs Squamous Cell Carcinoma")

---
title: "510_FinalProject"
output: html_notebook
---

```{r setup, results='hide'}
library(limma)
library(Glimma)
library(edgeR)
library(dplyr)
library(magrittr)
setwd('~/Desktop/USC/Fall_2020/TRGN_510/510_FinalProject/adenocarcinoma_vs_squamous_cell_carcinoma')
```

## Reading in count and metadata
```{r reading in count data}
# Reading in count data
count_matrix = read.table(file = 'count_processed.txt',sep = '\t',header = T,stringsAsFactors = F, check.names = F, row.names = 1)
count_matrix = count_matrix[,order(names(count_matrix))]
#Reading in clinical metadata
clinical_metadata = read.table(file = 'clinical_processed.txt', sep = '\t', header = T, as.is = T, check.names = F)
clinical_metadata = clinical_metadata[!duplicated(clinical_metadata[ , c("case_submitter_id")]),]
# Reading in exposure metadata
exposure_metadata = read.csv(file = 'exposure_processed.txt', sep = '\t', header = T, as.is = T, check.names = F)
# Merging metadata
all_metadata = merge(x = clinical_metadata, y = exposure_metadata, by = 'case_submitter_id')
all_metadata$ethnicity <- as.factor(all_metadata$ethnicity)
all_metadata$gender <- as.factor(all_metadata$gender)
all_metadata%<>%
  mutate(diagnosis=case_when(
    primary_diagnosis %in% c("Adenocarcinoma with mixed subtypes","Adenocarcinoma, NOS","Bronchiolo-alveolar adenocarcinoma, NOS","Papillary adenocarcinoma, NOS") ~ c("Adenocarcinoma"),
    primary_diagnosis %in% c("Squamous cell carcinoma, large cell, nonkeratinizing, NOS","Squamous cell carcinoma, NOS") ~ c("Squamous_cell_carcinoma")
  ))
all_metadata$diagnosis = as.factor(all_metadata$diagnosis)
all_metadata$race <- as.factor(all_metadata$race)
rownames(all_metadata) <- all_metadata$case_submitter_id
all_metadata = all_metadata[,-1]
all_metadata = all_metadata[order(rownames(all_metadata)),]
# Creating DGEList Object
geneExpr = DGEList(counts = count_matrix, samples = all_metadata)
geneExpr$samples$group=all_metadata$diagnosis
geneid = rownames(geneExpr)
# Importing genecode reference to map annotation from DGC website 
gencode = read.table('gencode.gene.info.v22.tsv',sep = '\t',header = T,stringsAsFactors = F, check.names = F)
genes = gencode[geneid %in% gencode$gene_id, ]
genes = genes[,c("gene_id","gene_name","seqname")]
rownames(genes) = genes$gene_id
genes = genes[order(genes$gene_id),]
geneExpr$genes = genes[,-1]
```

# Data pre-processing
## Transformation from the raw-scale
```{r}
cpm <- cpm(geneExpr)
lcpm <- cpm(geneExpr, log=TRUE)
L <- mean(geneExpr$samples$lib.size) * 1e-6
M <- median(geneExpr$samples$lib.size) * 1e-6
c(L,M)
```
The average library size for this dataset is about 51.9 million.

## Removing genes that are lowly expressed
```{r}
table(rowSums(geneExpr$counts==0)==40)
keep.exprs <- filterByExpr(geneExpr, group=geneExpr$samples$group)
```
Around 11% of genes in the dataset have zero counts across all 40 samples.

```{r}
geneExpr <- geneExpr[keep.exprs,, keep.lib.sizes=FALSE]
dim(geneExpr)
```
In this dataset, the median library size is 48.8 million and 10/48.8 is about 0.2, therefore the `filterByExpr` function keeps genes that have a CPM of 0.2 or more. With this cutoff the number of genes are reduced to 21170, about 35% of genes from what I started with. 
```{r fig1, fig.cap = "The density of log-CPM values for raw pre-filtered data (A) and post-filtered data (B) are shown for each sample" , fig.height = 3, fig.width = 6, fig.align = "center",message=FALSE,warning=FALSE}
lcpm.cutoff <- log2(10/M + 2/L)
library(RColorBrewer)
nsamples <- ncol(geneExpr)
col <- brewer.pal(nsamples, "Paired")
par(mfrow=c(1,2))
plot(density(lcpm[,1]), col=col[1], lwd=2, ylim=c(0,0.7), las=2, main="", xlab="")
title(main="A. Raw data", xlab="Log-cpm")
abline(v=lcpm.cutoff, lty=3)
for (i in 2:nsamples){
den <- density(lcpm[,i])
lines(den$x, den$y, col=col[i], lwd=2)
}
legend("topright", colnames(geneExpr$counts), text.col=col, bty="n")
lcpm_filtered <- cpm(geneExpr, log=TRUE)
plot(density(lcpm_filtered[,1]), col=col[1], lwd=2, ylim=c(0,0.26), las=2, main="", xlab="")
title(main="B. Filtered data", xlab="Log-cpm")
abline(v=lcpm.cutoff, lty=3)
for (i in 2:nsamples){
den <- density(lcpm_filtered[,i])
lines(den$x, den$y, col=col[i], lwd=2)
}
legend("topright", colnames(geneExpr$counts), text.col=col, bty="n")
```

This graph showed that before filtering the data, a large portion of genes within each samples are lowly-expressed with log-CPM values that are small or negative.

## Normalising gene expression distributions
```{r Normalising gene expression distributions}
geneExpr = calcNormFactors(geneExpr, method = "TMM")
geneExpr$samples$norm.factors
```


```{r fig2, fig.height = 5, fig.width = 6, fig.align = "center"}
geneExpr_unnormalized <- geneExpr
geneExpr_unnormalized$samples$norm.factors <- 1
par(mfrow=c(1,2))
lcpm_unnormalized <- cpm(geneExpr_unnormalized, log=TRUE)
boxplot(lcpm_unnormalized, las=2, col=col, main="")
title(main="A. Example: Unnormalised data",ylab="Log-cpm")
geneExpr_normalized <- calcNormFactors(geneExpr_unnormalized)  
geneExpr_normalized$samples$norm.factors
lcpm_normalized <- cpm(geneExpr_normalized, log=TRUE)
boxplot(lcpm_normalized, las=2, col=col, main="")
title(main="B. Example: Normalised data",ylab="Log-cpm")
```
This figure showed that after normalization the samples are more similar to each other. 

## Unsupervised clustering of samples
```{r fig3, fig.height = 3, fig.width = 6, fig.align = "center",message = FALSE, warning=FALSE}
lcpm <- cpm(geneExpr, log=TRUE)
par(mfrow=c(1,2))
col.group <- geneExpr$samples$group
levels(col.group) <-  brewer.pal(nlevels(col.group), "Set1")
col.group <- as.character(col.group)

col.race <- geneExpr$samples$race
levels(col.race) <-  brewer.pal(nlevels(col.race), "Set2")
col.race <- as.character(col.race)

col.gender <- geneExpr$samples$gender
levels(col.gender) <-  brewer.pal(nlevels(col.gender), "Set3")
col.gender <- as.character(col.gender)

col.age <- geneExpr$samples$age_at_diagnosis
levels(col.age) <-  brewer.pal(nlevels(col.age), "Set1")
col.age <- as.character(col.age)

col.ethnicity <- geneExpr$samples$ethnicity
levels(col.ethnicity) <-  brewer.pal(nlevels(col.ethnicity), "Set2")
col.ethnicity <- as.character(col.ethnicity)

col.cigar_per_day <- geneExpr$samples$cigarettes_per_day
levels(col.cigar_per_day) <-  brewer.pal(nlevels(col.cigar_per_day), "Set3")
col.cigar_per_day <- as.character(col.cigar_per_day)

plotMDS(lcpm,labels=geneExpr$samples$group,  col=col.group)
title(main="A. Sample groups")
plotMDS(lcpm, labels=geneExpr$samples$gender, col=col.gender, dim=c(3,4))
title(main="B. Sex")
plotMDS(lcpm, labels=geneExpr$samples$age_at_diagnosis, col=col.age, dim=c(3,4))
title(main="C. Age at diagnosis")
plotMDS(lcpm, labels=geneExpr$samples$race, col=col.race, dim=c(3,4))
title(main="D. Race")
plotMDS(lcpm, labels=geneExpr$samples$ethnicity, col=col.ethnicity, dim=c(3,4))
title(main="E. Ethnicity")
plotMDS(lcpm, labels=geneExpr$samples$cigarettes_per_day, col=col.cigar_per_day, dim=c(3,4))
title(main="F. Cigarettes per day")

```
In the MDS plot, there is some separation between group of patients diagnosed wiht Adenocarcinoma and Squamous cell carcinoma. You can also see male and female patients are segregating together. However, you cannot see any distinct clusters based on Age at diagnosis, Race, Ethncity and Cigarette per day. Therefore when we contruct the design matrix, we will take sex in to account and not the other variables. 

# Differential expression analysis
## Creating a design matrix and contrasts
```{r}
diagnosis = geneExpr$samples$group
ethnicity = geneExpr$samples$ethnicity
sex = geneExpr$samples$gender
race = geneExpr$samples$race
age_at_diagnosis = geneExpr$samples$age_at_diagnosis
smoking_hist = geneExpr$samples$cigarettes_per_day

design = model.matrix(~0+diagnosis+sex)
colnames(design) <- gsub("diagnosis", "", colnames(design))
contr.matrix <- makeContrasts(
   AdenocarcinomavsSquamous_cell_carcinoma = Adenocarcinoma-Squamous_cell_carcinoma, 
   levels = colnames(design))
contr.matrix
```

## Removing heteroscedascity from count data
```{r fig4, fig.height = 3, fig.width = 6, fig.align = "center", message=FALSE,warning=FALSE}
par(mfrow=c(1,2))
v <- voom(geneExpr, design, plot=TRUE)
v
vfit <- lmFit(v, design)
vfit <- contrasts.fit(vfit, contrasts=contr.matrix)
efit <- eBayes(vfit)
plotSA(efit, main="Final model: Mean-variance trend")
```

## Examining the number of DE genes
```{r}
summary(decideTests(efit))
```
```{r}
res = topTable(efit,sort.by = "P",n=Inf)
head(res)
```
## DEGs with LFC greater than 1
```{r}
tfit <- treat(vfit, lfc=1)
dt <- decideTests(tfit)
summary(dt)
```
After limiting the LFC threshold to 1, there are less DEGs and we can focus on genes that are most differentially expressed.  

## Useful graphical representations of differential expression results
### MD plot with Up & Down regulated DEGs 
```{r fig5, fig.height = 4, fig.width = 6, fig.align = "center"}
plotMD(tfit, column=1, status=dt[,1], main=colnames(tfit)[1], 
       xlim=c(-8,13))
```
```{r fig6, fig.height = 3, fig.width = 6, fig.align = "center"}
glMDPlot(tfit, coef=1, status=dt, main=colnames(tfit)[1],
         side.main="gene_name", counts=lcpm, groups=geneExpr$samples$group, launch=FALSE)
```


### Heatmap with top 100 genes 
```{r fig7, fig.height = 11, fig.width = 6, fig.align = "center"}
library(gplots)
par(mar = rep(2, 4))
Adenocarcinoma.vs.SquamousCell.topgenes <- res$gene_name[1:100]
i <- which(v$genes$gene_name %in% Adenocarcinoma.vs.SquamousCell.topgenes)
mycol <- colorpanel(1000,"blue","white","red")
heatmap.2(lcpm[i,], scale="row",
   labRow=v$genes$gene_name[i], labCol=v$targets$group, 
   col=mycol, trace="none", density.info="none", 
   margin=c(8,12), lhei=c(2,10), dendrogram="column")
```


### Gene set testing with camera
```{r, warning=FALSE,message=FALSE}
library(Homo.sapiens)
geneid = v$genes$gene_name
genes = select(Homo.sapiens, keys = geneid, columns = "ENTREZID", keytype = "SYMBOL")
genes <- genes[!duplicated(genes$SYMBOL),]
genes_v = v$genes
genes_v$ensembl = rownames(genes_v)
genes_v_new = merge(genes_v,genes,by.x="gene_name",by.y="SYMBOL",sort=F)
rownames(genes_v_new) = genes_v_new$ensembl
genes_v_new = genes_v_new[,-3]
v$genes = genes_v_new

load("human_c2_v5p2.rdata")
idx <- ids2indices(Hs.c2,id=v$genes$ENTREZID)
cam.AdenovsSqua <- camera(v,idx,design,contrast = contr.matrix[,1])
head(cam.AdenovsSqua,20)

```

```{r fig8, fig.height = 3, fig.width = 6, fig.align = "center"}
barcodeplot(efit$t[,1], index=idx$AMIT_EGF_RESPONSE_20_MCF10A, 
            index2=idx$DORN_ADENOVIRUS_INFECTION_24HR_DN, main="Adenocarcinoma Vs Squamous Cell Carcinoma")
```




